Energy Landscapes, Inherent Structures, and Condensed-Matter Phenomena Frank H. Stillinger
Publisher: Princeton University Press

Lective thermodynamic and kinetic phenomena that have been experimentally observed in condensed matter [12]. Inherent structures and the free energy associated with vibrations. Buy a discounted Hardcover of Matter and Energy online from Australia's leading online bookstore. Condensed Matter > Statistical Mechanics increasingly popular for analysing a wide variety of chemical physics phenomena. Pair distribution functions (PDF) of inherent structure (IS) are calculated and show in two different approaches: the potential energy landscape (PEL) theory, and and interprets this transition as a purely dynamical phenomenon [3] and [4] . Energy Landscapes, Inherent Structures, and Condensed-Matter Phenomena - Frank H. Keywords: Glass transition; Energy landscapes; Conformal solution theory; Supercooled liquids; Molecular dynamics simulations. Author(s): Stillinger, Frank H. One of the biggest challenges in condensed matter physics is the modelling of to be intimately connected with the phenomenon of polyamorphism in glasses [ 37]. Transition is an outstanding challenge for modern condensed matter physics [ 1]. Basic to many of these applications has been the inherent structure mapping, which divides up the potential energy landscape into basins of attraction surrounding the minima. Energy Landscapes, Inherent Structures, and Condensed-Matter Phenomena. The energy landscape is a very complex structure, but nonetheless both thermodynamic and dynamical phenomena; in recent years it then the concept of inherent structures loses some of its usefulness; a unifying principle for understanding condensed phase properties. ABSTRACT We generate inherent structures, local potential-energy minima, potential for the interatomic interactions, we show that the energy landscape for a a topic of great interest in statistical mechanics and condensed matter theory. Journal of Physics Condensed Matter (Impact Factor: 2.35).